Half-Yearly Journal: Publishes research on dynamical systems and geometry, including Random Dynamical Systems, hyperbolic behaviour, complex geometry and Ergodic theory.
Mohammad Reza Farhangdoost, Reyhaneh Bahrami Ziabari, Abdoreza Armakan
In this paper: Some classes of almost contact structures on 5-dimensional nilpotent Lie algebras were investigated in the literature. On the other hand, there are several generalizations of Lie algebras and their ch...
Claudia Valls
In this paper: In this paper we deal with the equations a(x)dy/dx = A(x)y2 + B(x)y3, where a(x), A(x) and B(x) are complex polynomials with a(x)B(x) ≢ 0 and a(x) non-constant. First we show that the unique rational...
Zafar Iqbal
In this paper: We inquire the motion of charged particles varying under the effect of Lorentz force produced by magnetic and Killing magnetic fields in anti-de Sitter 3-space . Primarily, we characterize magnetic tr...
V. Sreenivasa Rao, V. Ganesh, K. Dasunaidu, Y. Aditya, D.R.K. Reddy
In this paper: This article examines the physical behaviour of the Kaluza-Klein FRW type space-time with f(R,T) gravity proposed by Harko et al. (Phys. Rev. D 84:024020, 2011) in the presence of a massive scalar mes...
DRS Ren, Djavvat Khadjiev, Mer Peken, Gayrat Beshimov
In this paper: In this paper, ”the concept of T-object” is defined in two dimensional Minkowski space. By this concept, the complete systems of invariants of m-point, paths and vector fields are investigated as a si...
Sushil Yadav, Mukesh Kumar, Virendra Kumar
In this paper: In this paper, the resonance due to equatorial ellipticity of Earth, spin rate of Earth and angular velocity of bary-center are investigated. Using spherical coordinate system, we have determined equa...
Dibakar Dey
In this paper: The object of this offering article is to introduce the notion of *- Miao-Tam critical equation on almost contact metric manifolds and it is studied on almost Kenmotsu manifolds with some nullity cond...
Install Journal of Dynamical Systems and Geometric TheoriesFaster access from your home screen